{
 "cells": [
  {
   "cell_type": "markdown",
   "source": [
    "## Matplotlib 饼状图\n",
    "## 创建饼状图\n",
    "使用 pie() 函数来绘制饼状图\n",
    "通过使用以下公式将该值与所有其他值进行比较，确定每个 wedge 的尺寸：值除以所有值之和：x/sum(x)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 1 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 简单的饼状图\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.array([1, 2, 3, 4])\n",
    "\n",
    "plt.pie(x)\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 标签\n",
    "使用 label 参数将标签添加到饼图中\n",
    "label 参数必须是一个数组，每个 wedge 有一个标签"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 1 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.array([1, 2, 3, 4])\n",
    "labels = ['Apples', 'Bananas', 'Cherries', 'Dates']\n",
    "\n",
    "plt.pie(x, labels=labels)\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 起始角度\n",
    "默认的起始角度位于 x 轴，但您可以通过指定一个 startangle 参数来改变起始角度\n",
    "startangle 参数定义为角度，单位为度，默认角度为 0"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 1 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.array([1, 2, 3, 4])\n",
    "labels = ['Apples', 'Bananas', 'Cherries', 'Dates']\n",
    "\n",
    "plt.pie(x, labels=labels, startangle=-20)\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "### Explode\n",
    "explode参数（如果指定，而不是 None）必须是一个数组，每个 wedge 有一个值"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 1 Axes>",
      "image/png": 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uly+JJ0kSzGYzvLy84OXlZZfz2srqk6vx1uG3RMegRtByvw3HYjEBPzwCaL8FOgwVnYaowRo9on3iiSegUqlw+PBhTJ48GZ06dUK3bt0wZ84cHDx4sP51RUVFmDhxIjw8PBAREYGNGy//SfT48eMYPXo0vLy80KpVK0ybNg1FRUX17x8yZAhmzpyJ2bNno0WLFhg1ahR27doFlUqFrVu3om/fvtBqtdi7d+8VLx0vW7YMXbp0gU6nQ2RkJD755JP69xkMBsycORMhISHQ6XQICwvDW2/ZrwS/Pfkt3jz0pt2OT/ahY9E6HnMd8O1UIPuI6CREDdaooi0pKcG2bdvw5JNPwtPT8y/v9/Pzq//9a6+9hnvuuQcJCQkYM2YM7r//fpSUlAAASktLMWzYMPTu3RtHjhzBtm3bcO7cOdxzzz2XHe+LL76Am5sb9u3bh//+97/1fz5v3jy8/fbbSE5ORo8ePf6SY9WqVZg/fz4WLFiA5ORkvPnmm3j55ZfxxRdfAACWLFmCjRs34rvvvkNKSgpWrVqFdu3aNeZT0WDfpXyHBYcWQOKeprLDEa2DMlQCq+4CziWJTkLUII26dJyWlgZJkhAZGXnd186YMQP33XcfAODNN9/EkiVLcPjwYURHR+Ojjz5C79698eabF0d5n332Gdq2bYvU1FR06tQJABAREYF3371441BeXh4A4PXXX8eIESOueu5XXnkFixYtwqRJkwAA7du3R1JSEj799FNMnz4dWVlZiIiIwKBBg6BSqRAWFtaYT0OD/Zj+I944+AZLVqZ0Ft4V7rBq9NYbpB7aBgS0F52G6JoaNaJtzB7xl440PT094ePjg4IC60ovx44dw86dO+vnVr28vOrLOz09vf7v9e3b94rHvvnmm6963qqqKqSnp+Phhx++7PhvvPFG/bFnzJiB+Ph4dO7cGbNmzcJPP/3U4I+roQ7mHcT8/fNZsjKmtVhER6BrqcwHvpwAVOSLTkJ0TY0a0UZEREClUjXohidX18t3PlGpVLCc/8ZVWVmJmJgYvPPOO3/5eyEhIfW/v9Ll6Wv9+YVjA8DSpUvRv3//y96n0VhX+unTpw9Onz6NrVu34pdffsE999yD4cOHY82aNdf9uBoipSQF/9j5D5gsJpscj8TQmfn/z+HpM60j2xmbAY8A0WmIrqhRRRsQEIBRo0bh448/xqxZs/5SeKWlpZfN015Nnz598MMPP6Bdu3ZwcbHtwu2tWrVCaGgoMjIycP/991/1dT4+PpgyZQqmTJmCu+66C9HR0SgpKUFAQNO+WPOr8vHEjidQaaxs0nFIPDf+oCQPBUnAqruB6RsBt6v/EE4kSqPvOv74449hNptxyy234IcffsCpU6eQnJyMJUuW4NZbb23QMZ588kmUlJTgvvvuw++//4709HRs374dDz74IMzmps+Lvfbaa3jrrbewZMkSpKamIjExEZ9//jkWL14MAFi8eDG++eYbnDx5Eqmpqfj+++8RHBzcoB8SrqXCUIG///J3FFRzMXQl4IhWRnKOAKv/BpiNopMQ/UWjizY8PBxxcXEYOnQonnnmGXTv3h0jRozAjh078J///KdBxwgNDcW+fftgNpsxcuRIREVFYfbs2fDz84Na3fTFqh555BEsW7YMn3/+OaKionDHHXdgxYoVaN/eetOEt7c33n33Xdx8883o168fMjMzsWXLliad22g2YvbO2UgrTWtyfnIMWhO/actKxi5g2zzRKYj+QiU15g4nuqp5e+Zhc8Zm0THIhlYbfNEtJ1F0DGqs8R8DvaeKTkFUj6um28DyxOUsWQXSmgyiI9CN2DQHyIkTnYKoHou2ifbn7MeSo0tExyA70Jq4haEsmeuAb6cBVUXXfy1RM2DRNsHZirN49rdnYZH4vKUS6Yx1oiPQjSrPBr6fAfCGNnIALNobVGeuw5xdc1BuKBcdhexEa6wRHYGaInMP8PPLolMQsWhv1IKDC3CyxD47FZFj0Bl46Vj2Dn4CJHwnOgU5ORbtDVh3ah3Wpa0THYPsSK1Sw83MS8eKsHEWkJcgOgU5MRZtI53Sn+KWd05Aq3a7/otIHi5sGl9dIjoJOSkWbSMYzUbM2zMPtWZeUlQ6rUYrOgLZUmkWsGWu6BTkpFi0jfBh/IdI1aeKjkHNQKtxvf6LSF6O/wCcWC86BTkhFm0DxZ2LwxcnvhAdg5qJjpeOlWnzM3y+lpodi7YBqo3VeGnvS3xe1oloVbbdVYocRHURsGm26BTkZFi0DfDu7+8iuzJbdAxqRjo1i1axkn8EEm2z9zRRQ7Bor2P32d344dQPomNQM9OqNKIjkD1tmQtUnBOdgpwEi/YaSmtL8eqBV0XHIAHcWLTKVqMHfnxadApyEizaa1j0xyIU1fDGCWekU/FLQ/FStwLxX4tOQU6A302uIr4gHhvSNoiOQYJo+aXhHLbOA8pzRacgheN3kyswW8z418F/QYIkOgoJooNKdARqDnVlwKZ/iE5BCseivYKvT37NhSmcnFZi0TqN1G1A+q+iU5CCsWj/pLC6EJ/EfyI6Bgmm49UM57L9JcBiFp2CFIpF+ycLf1+ISmOl6BgkmJY961wKkoA4rvxG9sGivcShvEPYmrlVdAxyAFqJTet0dr4J1JaLTkEKxKI9z2wx461Db4mOQQ5CZ+Fym06nqhDY857oFKRALNrzfsz4Eell6aJjkIPQcr7OOR38L6DPFJ2CFIZFC8BgNuA/8f8RHYMciI5F65zMdcDP80WnIIVh0QL4LuU75FbxoXW6SGsxiY5AoiRtAM7sF52CFMTpi7baWI2liUtFxyAHozOxaJ3a9hcB3hBHNuL0RftF0hcoqS0RHYMcjNZiFB2BRMo9yq30yGacumhLa0ux8sRK0THIAWlNLFqnt3cxR7VkE05dtMsSl3FxCroinckgOgKJVpAEpG4XnYIUwGmLVl+rx7cp34qOQQ5Ka6oTHYEcwd5/i05ACuC0Rbs6ZTVqzbWiY5CD0nJESwBw9iCQdVB0CpI5pyzaOnMdVp9cLToGOTCtkT+E0Xkc1VITOWXRbkjbwDuN6Zp0LFq6IHU7cC5JdAqSMacrWotkwcok3mlM16Y11oiOQA5DAvZ9IDoEyZjTFe3OrJ04U35GdAxyYC4qF7hwZSi61PE1QOlZ0SlIppyuaFecWCE6Ajk4rcZNdARyNBYTcOAj0SlIppyqaOML4hFfGC86Bjk4rUYrOgI5oriVQFWx6BQkQ05VtHxulhpCp3YVHYEckbEaiF8lOgXJkNMUbYWhAr+c+UV0DJIBLYuWrubYN6ITkAw5TdFuydjCBSqoQXRqF9ERyFEVJFk3HCBqBKcp2rVpa0VHIJnQqli0dA3xX4tOQDLjFEWbUpKCpGI+cE4No1VrREcgR5a4BuASndQITlG0a09xNEsNpwOLlq6hpgRI3So6BcmI4ou2zlyHTRmbRMcgGdGqFP9lQU0Vz5uiqOEU/x1lx5kdKDeUi45BMqJT/pcFNVXaz0BloegUJBOK/46y5fQW0RFIZrhcBV2XxQQk8Ll8ahhFF221sRoHcg+IjkEyo5VUoiOQHPDuY2ogRRftb9m/wWDh3YHUOFpIoiOQHBScAPKOiU5BMqDoov0liytBUeNp2bPUUEkbRCcgGVBs0RrMBuzJ3iM6BsmQzmIRHYHkImWb6AQkA4ot2v25+1FtqhYdg2RIK7FoqYEKTgClWaJTkINTbNHuyNohOgLJlM5sFh2B5ISjWroORRat2WLGrrO7RMcgmdJaWLTUCFwliq5DkUUbXxiP0rpS0TFIpnRmk+gIJBe+bYEWnUSnIAenyG1KDuUdEh2BZExrYdHSVahdgbBbgY4jgIiRQMtI0YlIBli0RH+iNRlFRyBH4tMGiBhuLdfwOwCtt+hEQlTVmbA3rQh9w/zRwovrpzWG4oq21lSLxKJE0TFIxnRmLnLi1NSuwE0DgI7DraPWVl1FJxIm9VwFdqUUYFdKIY5k6mEwW/DuXT1wz81tRUeTFcUVbVxBHIwWjkjoxmmNLFqn4x16yah1CKDzEZ1IiGqDCfvSirEzpQC7UwqRU1rzl9fsOVXEom0kxRXt4bzDoiOQzOnMdaIjkL2pXYC2/S+OWoO7i04kTFpBBXalFGJnSgF+P20dtV7L/rQiSJIElYprgjeU4or29/zfRUcgmdMaWbSK5BV8cdTaYSig8xWdSIgagxn704uw8/wl4Wz9X0et11JcZcCJ3HJ0b+2cn78boaiirTRU4kTxCdExSOZ0xsZ94yEHpdIAbW8BIkZYyzWkh+hEwqQXVmJXSiF2pRTg0OkSGExNW/3st1OFLNpGUFTRxhXEwSxxsQFqGq2xVnQEulFerc5fDh4BhA8F3P1EJxKi1mgdtVrLtRBZJbZdjvZQRgmeGGLTQyqaoor2WCG3rKKmY9HKiEoDtLn5klFrT8BJ5w5PF1VhV0oBdqYU4lBGMeqaOGq9luM5ZXY7thIpqmh52Ziayk3tBhX3o3VsnkEXR60dhgHu/qITCVFrNONARjF2n78knFncfJuoFFcZkK2vRht/j2Y7p5wpqmiTipJERyCZ02rcREegP1OpgdYXRq3DgdDeTjtqPVNchZ0nC7ArtRAHM4pRaxS301RidhmLtoEUU7S5lbnQ1+lFxyCZ07FoHYNHC6DjndZHbzoMAzwCRCcSos5kxsGMkvpFI04XVYmOVO9YdhlGR4WIjiELiina5OJk0RFIAbRqFq0QKjUQ2sc6ao0YAYT0BtSK3PPkus6WVNc/enMgvRg1Rse8wTMxp1R0BNlQTNGm6FNERyAF0KldRUdwHu4Bl4xa7wQ8A0UnEqLOZMbh0yX1i0ZkFDrOqPVaErN5Q1RDKaZoT5acFB2BFECrVsyXhANSWedXI87vfBPax2lHrdn6auxMKcTulALsTy9GtcExR63XUl5rQmZRFdq18BQdxeEp5rtKqj5VdARSAK1KIzqCsrj7W0erESOsv3oFiU4khMFkwe+ZJfWP36QVVIqOZBMJOWUs2gZQRNFWG6uRU5kjOgYpgI5F20Qq67OsESOt5dq6L6B2zs9pbmlN/Vzr/rQiVMlw1Ho9idmliO0ZKjqGw1NE0Z6tOCs6AikER7Q3QOdnvTP4wuM3Xi1FJxLCaL4warU+15p6Thmj1mtJ4DxtgyiiaLMrs0VHIIXQwTnnDBtHBQRHXRy1tunntKPW/LLa86PWAuxLK0ZlnUl0pGaVlFsuOoIsKKNoK1i0ZBtaOOdCCNel87WuHXxhqUPvVqITCWEyW3DkjL5+v9aT+RWiIwlVUWdCSZUBAZ58LO5aFFG0vHRMtqIVHcCRtIq6+Fxrm1sAjSK+XTTaufLa+gUj9qYVoaLWuUat15Ojr2HRXocivnJ46ZhsRSc58YhW6wOED7FeEu44HPBxzlV/TGYL4rJK629kSs7j5dFrySmtRlQbbpl3LYoo2pwK3nFMtqGVnGxDgZbdLo5a2w5w2lFrQXktdqUWYndKIfacKkQ5R60N1tiN452R7L+qLJKFj/aQzeiUXrRu3kD4HRdHrb6tRScSwmyREJelr78knJRXDqX/r7cXFu31yb5oC6oLYLQYRccghdBaxO2GYjctu17cVu6mWwGNcy4zWVhRh92p1mUO954qQlkNv2/YQk4pi/Z6FFG0RLaikxRQtG5e1rnWC+Xq20Z0IiEsFglHz+rPP9daiOO5ZRy12gFHtNcn+6ItrSsVHYEUxM0s09V7giLPF+tI66jVxTnvAi2uvDBqtc61llZz1GpvOfrm23BermRftGV1XJmEbEdnkUnRunoC7QdfvJHJ7ybRiYSwWCTEZ5fWr8aUmMNRa3MrrzWhotYIb51zTkk0hOyLliNasiWtxYHvNm3RybpYRMQIIOw2wMU5n/otqTLgt/NzrXtOFaGkyiA6ktPL1tegSwiL9mpYtESX0Joc6FKjq4d11HrhkrB/mOhEQkiShGPZZfU73yRml8LCUatDydHXoEuIj+gYDkv2RctLx2RLOrPgog3sePHRm3aDnHbUqq8y4LdT1puYfkstRDFHrQ6tuKpOdASHJvui5YiWbElrauZv6C7uQPvbL14SDmjfvOd3EJIkITGnDLtSrJeEj53lqFVO5LhxfXNi0RJdQtccRRsQfn7UOsI6anXV2f+cDqis2ojdp6w3Mf2WWoSiSo6K5IpFe22yL9ryOq5DSrajNdXa/qAuOmuhXhi1Bnaw/TlkQJIknMgtr59rjT9bCjOHrYpQw6K9JtkXrcHMuRuyHZ3RRqMq//YXt5Rrfzvg6m6b48pMWY0Re87Pte5OLURhBUetSsQR7bXJvmjNEv8Hk+1ojTc4otVogXYDL14SbtHRtsFk5ERuWf1zrUezSmHiqFXxqg0O/FicA2DREl1CZ2zEcnJ+YZeMWgcDbh72C+bAymuN2HuqCLtSCrA7tRDnyjlqdTYc0V6b/ItWLiv5kMNTq9RwvdZUhMbNulDEhVFrUKfmC+dgkvPK6/drjTuj56jVybFor032RWuSeMmCbEOrucIzq743ARHnF4xoPxhw82z+YA6gotaIfWlF9Qv055fb4aYxkq0aI78PX4vsi5YjWrIVndrNOmq96daLl4RbRoqOJUxKfsX5UWsB/jijh9HMUStdGUe01yb/ouUcLTVRpLEFYgvaICrNiPy2Q+HbczLce/USHavZVdWZsDft/FxrSiFyyzhqpYapruP34Wth0ZLT0UoajKvsiNvPeiI0MR/IyAKQDwDQ4xj0366BW1gYfMbHwjc2Fm5tlLuf66lzFfVzrUcy9TCYFbAfLzW7GiO/D1+LSpLkvanUbd/chgpDhegY5OAiTIGYUNAW3dOM8IhPg1RV1bC/qFLBvU8f+MbGwmd0NDQ+ylk4fWtiHj78NQ1JeVz0hZqmfQtP7Jw7RHSMBnn11Vexfv16xMfHN9s5ZT+idde4owIsWrqcm6TB2MoOGHzWE62PFwDpZwCcAwA06idLSULNH3+g5o8/cG7BAngNHQrf8bHwuv12qFzlvS3Y6KgQjI4KQUp+BdYezcaGo7m8yYluiItaZbNjHThwAIMGDUJ0dDQ2b95ss+OKJP+idXUHGvHoIylXhDEQ44uso1bPY+mQKpJsenzJYEDF9u2o2L4dGn9/+IweDd/xsXDv2dOm52lunYO98cLoLnh+VCT2pxdj7dFsbD+ejyre4EIN5KpR2+xYy5cvx1NPPYXly5cjNzcXoaGhNju2KLb77Aji4eKciwSQddQaWxGBxcl98N2aNljw3jncsuIIPPYeg1RRaddzm/V66L/+GplT7kV69GgU/ec/MGTn2PWc9qZWqzAoogUW39MLR/45Au9P6YXBnYKgseFohZTJVWObfyOVlZX49ttv8fe//x1jx47FihUr6t+3a9cuqFQqbN68GT169IBOp8OAAQNw/Pjx+tesWLECfn5+WL9+PSIiIqDT6TBq1CicPXv2muddtmwZunTpAp1Oh8jISHzyySf17zMYDJg5cyZCQkKg0+kQFhaGt956q1Efl/xHtC7OuYass+pgCsD4opsQlWaCV3w6pIpk0ZFgyMxE4QdLULjkQ7j3PT+fGy3v+Vx3Nw0m9G6NCb1bo6C8Fhvic7H2aA6SOZ9LV2CrEe13332HyMhIdO7cGVOnTsXs2bPxwgsvQKW6WOTPPvssPvjgAwQHB+PFF19ETEwMUlNT4Xp+Kqe6uhoLFizAypUr4ebmhieeeAL33nsv9u3bd8Vzrlq1CvPnz8dHH32E3r174+jRo3j00Ufh6emJ6dOnY8mSJdi4cSO+++473HTTTTh79ux1i/vPWLTk0FwkNUZXhWNItg/anigETmUCUgGARs61NgdJQs2RP1Bz5A+ce+PCfO54eN0+SNbzuS19dHh0cDgeHRyOk/nlWBeXg/XxOVxqkerZqmiXL1+OqVOnAgCio6NRVlaG3bt3Y8iQIfWveeWVVzBixAgAwBdffIE2bdpg3bp1uOeeewAARqMRH330Efr371//mi5duuDw4cO45ZZb/nLOV155BYsWLcKkSZMAAO3bt0dSUhI+/fRTTJ8+HVlZWYiIiMCgQYOgUqkQFhbW6I+LRUsOp53JDxOKwtAz3Qyv+AxI5SdFR2q0v8znjhljnc/t0UN0tCaJDPbBC2N88Hx0JPalF2FdXA62ncjnggVOzlOrafIxUlJScPjwYaxbtw4A4OLigilTpmD58uWXFe2tt95a//uAgAB07twZyckXr2y5uLigX79+9f8dGRkJPz8/JCcn/6Voq6qqkJ6ejocffhiPPvpo/Z+bTCb4+voCAGbMmIERI0agc+fOiI6Oxrhx4zBy5MhGfWwsWhJOAxVGVYZjaI4vbjpRBFXqaUAqAuCAo9YbYNbroV+1CvpVq+DWvj18x8fCNyYGrq1bi452w9RqFW6PCMLtEUF4w2DC9hP5WBuXg31pReCyx87Hw63pVbJ8+XKYTKbLbn6SJAlarRYfffRRk49/JZWV1ns5li5dWj8CvkCjsf7w0KdPH5w+fRpbt27FL7/8gnvuuQfDhw/HmjVrGnwe2RethytvhpKjm8zWUWuvdDO84zMglaWIjtQsDKdPo/D9D1D4wRJ49O0Ln/Hn53O9vUVHu2Eebi6Y2LsNJvZug4LyWqyPz8HauByczOdjd87CU9u0KjGZTFi5ciUWLVr0l9HihAkT8M033yAy0roc6sGDB3HTTTcBAPR6PVJTU9GlS5fLjnXkyJH60WtKSgpKS0sve80FrVq1QmhoKDIyMnD//fdfNZ+Pjw+mTJmCKVOm4K677kJ0dDRKSkoQEBDQoI9P9kXr4ybfG06ciQYqjKyyjlrDThRDlZKhqFFro0kSqo8cQfWRI9b53GFD4Rt7/vlcF/l+Wbb00eGxwR3w2OAOSM4rx7qjOVh/NAcF3PBd0TzdmnbpeNOmTdDr9Xj44YfrL9leMHnyZCxfvhwLFy4EALz++usIDAxEq1at8NJLL6FFixaYMGFC/etdXV3x1FNPYcmSJXBxccHMmTMxYMCAK87PAsBrr72GWbNmwdfXF9HR0airq8ORI0eg1+sxZ84cLF68GCEhIejduzfUajW+//57BAcHw8/Pr8Efn3y/os9r6dFSdAS6ijYmX0wsCUOvdAk+x05D0jvHqLWxpLo6VGzdhoqt26AJCLg4nxsVJTpak3QJ8UGXkPPzuWlFWHc0B9s5n6tITR3RLl++HMOHD/9LyQLWon333XeRkJAAAHj77bfx9NNP49SpU+jVqxd+/PFHuLm51b/ew8MDzz//PP72t78hJycHt99+O5YvX37Vcz/yyCPw8PDAwoUL8eyzz8LT0xNRUVGYPXs2AMDb2xvvvvsuTp06BY1Gg379+mHLli1Qqxt+A5jsl2D8NetXPL3zadExCNZR6/Dq9hiW44ewEyVQp2QAFq6de6PcwsPhGxsL39gYuCrgoX0AqDaYsO14PtYd5Xyukswf1xUPDWpv13Ps2rULQ4cOhV6vv+pocsWKFZg9ezZKS0vtmqWxOKKlJmlt9sGE4jD0zlDBNz4Dkj5VdCTFMGRkoPD991H4wQfwuPlm+I6PhXd0NDReXqKj3TAPNxdM6tMGk/q0QX5ZLTbE52DdUc7nyl2on050BIcm+6INcg8SHcGpqCTgzpr2uDPXH+2T9FAnpwOWEgBOOtfaHCQJ1b//jurff0f+GwvgPWwofGJj4TVokKznc4N9dfi/Ozrg/+7ogKTccqw7mo0N8bmcz5WhEF8+/XEtsr90bLaY0eerPrBIvERpLyFmb0wsaY8+pwHfo6chlehFRyIAmsBA63xubCzco7qLjmMTZouEfWlFWBuXje0nznH7NZk4/NKdaOnNUe3VyL5oAWDYd8NQWFMoOoZiqCRgaE07DM8NQHhyqXXUauY3PEfm1qGDdT43Zpxi5nOr6i7O5+5P53yuo3LTqJHyRvRlyyTS5RRRtFM2TUFSsW13anE2LS2emFQSjr4ZKvgfy4SlqER0JLoRKhU8+vWzzueOGiXr+dxLXZjPXRuXg5RznM91JG0D3LHnuWGiYzg0RRTtrF9nYefZnaJjyM6QmjCMyA1EeHIZNElpHLUqjEqng/cw63rLngMHyno+91IncsuwLi4HG47lopDzucL1bx+Ab//v1uu/0Ikp4iuvnU870RFkoaXZCxP07XDzaQ0C4jNhKUoHkC46FtmJVFuL8i1bUb5lq3U+d+wY+MaOh3v3bqKjNUm3UF90C/XFC2O6YO/5+dyfOJ8rTKgfb4S6HkUUbXtf+z6/JWeDa27CyLwW6HCyDJoT6YApHgDAW8eci7m4GPqVX0K/8ku4dewA39jx1vnckBDR0W6YRq3CHZ2CcEenIFTVmbD1eD7WHc3GgfRizuc2oxBf3gR1PYq4dJxQmID7t1x9nUpn0sLiiQn69uh3WoOAY2cgFRSJjkSOSqWCxy23wDf2wnyup+hENpFXVoP1R3Ox7mg2Us9Vio6jeP+a0B3TBjR+6zhnooiirTJWYcDXA0THEGZgTRuMym+JiORyaE6kASaT6EgkM9b53GHwnXB+PlfT9G3PHMHxnDKsO5qDDfG5KKrkfK49LJ9+M+7s0kp0DIemiKIFgOHfD8e56nOiYzSLQIsHxuvDcUumBoHHzkI6VyA6EimIpkUL+I4dA5/YWLh3k/d87gVmi4Q9pwqxNi4HPyXlo9bIyRNb2TLrdnQN5eYu16KYon3sp8dwIO+A6Bh2c1ttW4zKD0LEyQq4JJ7iqJWaRf18bmwMXIODRcexico6E7Ym5mHd0RwczOB8blO4qFU48fooaF2UcQXEXhRTtO8cfgdfJX8lOobN+Fp0mFgajv6ZbmhxLAtSPketJJBafXE+d+RIzucSACAy2BvbZg8WHcPhKaZov0/9Hq8feF10jCbpX9cao/NaolNKlXXUajSKjkT0Fyp3d3jfeSd8x8fC87bbFDWfuzYuBxuPcT63oe7q2wbv3d1TdAyHp5iiPVZ4DFO3TBUdo1F8JR0mnB+1BiVkQ8rNFx2JqFE0QS3gO2YsfMfHQte1q+g4NmEyW7AnrQjrOJ97Xa/GdMWMgXy88noUU7RGsxEDvh4Ag8UgOso19asLxej8VuicUgW3xDRIBsfOS9RQ2ogI+I6PhU9MDFxbKeMu1Mo6E7Yk5mFdXA4Oni6GMr5b2s73j9+Kfu0CRMdweIopWgCYumUqjhUeEx3jMr6SDrFl4RhwRouWx7Ih5eSJjkRkX2o1PPrfAt/Y8fAZOQJqT2XM5+aW1mB9fA7WxeXgVAHnc9UqIPHVUfDUKmLdI7tSVNEu/H0hViatFB0DfQ0hGJMfjM6p1dAmpEGq43wPOaeL87nj4XnbrYqZz03MLsPao9n48Vguiiqd86pUeJAnfn1miOgYsqCoov35zM+Ys2tOs5/X26JFbHk4bj2jRauEXEjZuc2egcjRaYJawHfsOOt8bpcuouPYhMlswZ5TRVh7NAc/O9l8bmzPUCy5r7foGLKgqKItqC7And/f2Szn6mUIxrhzIYhMrbGOWmtrm+W8REqg7dTJOp87bpxi5nMrao3YmpiPtUezceh0ieLnc18cE4nHBncQHUMWFFW0ADByzUjkVdl+HtRLckNMeQfcdkaH4IRcSGdzbH4OIqejVsNzQH/4xMbCZ4Ry5nNzSmuw/mgO1h3NQZpC53NXPdIfAzu2EB1DFhRXtM/ufhbbMrfZ5FhRhpaIOdcaXVJroEtMg1TDUSuRvag8PC7O5946QDHzuQnZpVgbl4Mfj+WiuEo587nH5o+Er4er6BiyoLiiXZW8Cm8ffvuG/q6HxRUx5R0w6Kw7ghPzIJ3JtnE6ImoIl6Ag+Iw7P58bGSk6jk2YzBb8dn695Z+TzqHOJN/53A5BntjBG6EaTHFFm6ZPw8SNExv8+u7GVogpCEXX1FrojqVBqqmxYzoiaqyL87kxcG3VUnQcm6ioNWJLYh7WxuXgcKb85nMfHNgOr8QoY8OJ5qC4ogWuvZOPTnJBTEUHDMryQGhiPqTMs82cjohuiFoNzwED4Ds+Ft4jRkDt4SE6kU1k66uxIT4Xa+OykV5YJTpOg3z+YD8M7ayMH3qagyKL9uV9L2N92vr6/+5qDEJMQRt0O1UL92PpkKqrxYUjoiZTeXjAe/iF+dxboVKrRUeyiWNnS7HuqGPP57q5qHFs/ki4uyljDr05KLJof8nYjr2bl+L2s54ITcwDTnPUSqRULi1bXpzP7dxZdBybMJkt2J1aiLVHc/CLg83nDurYAl890l90DFlRZNGay8qQOnAQ92wlcjLazp3hGxsLn5hxcG2pjEub5bVGbEnIw9qjOfjdAeZz+fxs4ymyaAHgzAPTUX34sOgYRCSCRnNxPnf4cMXM554tqcaG+BysPZqDDEHzuVufvh1dQnyEnFuuFFu0xZ+vQME774iOQUSCqT084D1iOHxiYxU3n7s2Lhs/JuShpJnmc1t6a3H4peHNci4lUWzRGjIzkR49WnQMInIgLq1awWfcWPjGjoeucyfRcWzCaLZgd0oh1h3Nwc/J52Cw43zu5D5tsOgebvTeWIotWgBIHz0GhtOnRccgIgekjYyEb2wsfGPGwSUoSHQcmyivNWJzgnX/3N/P2H4+94N7e2F8r9a2PagTUHTRFrz3HoqXLRcdg4gcmUYDz1tvvTif6+4uOpFNnC2prl9vOaOo6fO5ahVw5J8jEODpZoN0zkXRRVubmorTseNFxyAimbDO546A74Tx8OjfXzHzufFnS7GuifO5vW/yw7onBto4mXNQdNECwOlJk1GblCQ6BhHJjEurVvCNGQef2FjoOilnPndXSiHWHc3GL8kFjZrPfSWmKx4c2N6O6ZRL8UVb8uVXOLdggegYRCRj2i5drPO548YqZj63rObCesvZOHJGf835XI1ahQMvDENLb13zBVQQxRetSa9H2uA7IBmNoqMQkdxpNPC87Tb433cvvIcNE53GZs6WVGPd+fnc01eYzx3YMRCrHhkgIJkyKGMC4hpc/P3hNWSI6BhEpARmM6r27EH1kT9EJ7GptgEemHVnBHbOHYJ1T9yGB24Ng/8le82O78k7jZtC8SNaAKj4dSeyn3hCdAwiUojwTT9C27Gj6Bh2ZTRbsPNkATbE5+LNSVHwdecm7zfKKYpWMplwashQmIuKREchIpnT9eyB9t9+KzoGyYjiLx0DgMrFBb7jxomOQUQK4DdxkugIJDNOUbQA4DtxougIRCRzKp0OPmPHiI5BMuM0Ravr3Anarl1ExyAiGfMZPRoab2/RMUhmnKZoAcDvrrtERyAiGQt4cIboCCRDzlW0EydC4+8vOgYRyZDn4NsVs0IUNS+nKlq1uzv8p94vOgYRyVDgQw+LjkAy5VRFCwAB998PlYeH6BhEJCO6bt3gOaC/6BgkU05XtBo/P/jfzblaImq4gIceFB2BZMzpihYAAh58EHDlKidEdH2urVvDJzpadAySMacsWtfgYC5gQUQNEjB9OlQajegYJGNOWbQAEPjIw4BKJToGETkwta8v/O6aLDoGyZzTFq22Qwd4KWibKyKyPf9774WaN09SEzlt0QJAi0cfER2BiByUys0NAXwckGzAqYvWvVcveNx8s+gYROSA/KdNhUtQkOgYpABOXbQAEPSP2aIjEJGD0fj5ocXjj4uOQQrh9EXr0bcvvEeNEh2DiBxIiyee4OYBZDNOsfH79Riys5ExZiwkg0F0FCISzC0sDOGbfoSKz9qTjTj9iBYA3Nq0QcAD00THICIHEPTMHJYs2RSL9rzAxx+HJjBQdAwiEsi9b1/4jBwpOgYpDIv2PI2XF4Keekp0DCISRaVCq+efE52CFIhFewm/u++CNiJCdAwiEsBndDTce/QQHYMUiEV7CZVGg5bznhcdg4iamcrNDUFznhEdgxSKRfsnXgMHwvOOwaJjEFEz8p86FW5tWouOQQrFx3uuoC4jAxmx4wGTSXQUIrIzl9AQhG/8ERovT9FRSKE4or0CbXg4Ah96SHQMImoGIa//iyVLdsWivYqgmU9C26mT6BhEZEe+d02G16CBomOQwvHS8TXUJiXh9JR7AaNRdBQisjGX4GCEb/oRGi8v0VFI4TiivQZd165o8dhjomMQkR2EvP4aS5aaBYv2Olo8/n/Qdu0iOgYR2ZDvxInwGsynC6h58NJxA9SmpiJz8l2QeAmZSPZcWra0XjL28REdhZwER7QNoOvUCS1mzhQdg4hsIPi1V1my1KxYtA0U+MjD0HF5NiJZ84mNgffQoaJjkJPhpeNGqMvIwOmJkyDV1YmOQkSN5NKyJcJ/3AiNr6/oKORkOKJtBG14OFrO+YfoGETUWK6uaP3++yxZEoJF20gB06fDOzpadAwiaoRWzz0Hjz69RccgJ8WivQGhC96ANqKj6BhE1AA+MTEImDZVdAxyYpyjvUGGM2dw+u57YCkvFx2FiK5C26kT2n27Gmp3d9FRyIlxRHuD3MLCEPruO4BKJToKEV2B2tsbbT5cwpIl4Vi0TeA9ZAhazHxSdAwi+jOVCqHvvA23sDDRSYhYtE3V4okn4DVsmOgYRHSJwMcegze/LslBcI7WBsyVlci8+x4YTp8WHYXI6XnedhvaLlsKlZrjCHIMLFobqUtPR+Y9U2CpqhIdhchpubZujXZrvoeLv7/oKET1+COfjWg7dEDI228B/CmaSAhNQADaLlvKkiWHw1awIZ8RIxA8/2XRMYicjtrDA20//RTa9u1FRyH6Cxatjfnfey+CZs8WHYPIaahcXdHm44/gHtVddBSiK2LR2kGLx/8PAQ89JDoGkfKp1Qhd+C48b71VdBKiq2LR2kmr556F3913iY5BpGjB81+GD9ceJwfHorWj4Ndeg/eoUaJjEClSi6dmwv/ee0XHILouFq0dqdRqtF74LjwHDhQdhUhR/KdORdCTXJWN5IHP0TYDS3U1sh56GDXx8aKjEMmez9ixCH1vIVRcZ5xkgkXbTMzl5Tgz7QHUpaSIjkIkW94jhqP14sVQubqKjkLUYLx03Ew0Pj646bPl0HbpIjoKkSz5TpyI1u+/z5Il2eGItpmZKyuR/fcnUP3776KjEMlGwPQH0HLePF4uJlli0QpgqatDzpxnULljh+goRA6vxVMzeeMTyRqLVhDJbEbe/Pko+2Gt6ChEjkmlQqsXXkDAA9NEJyFqEhatYAXvvYfiZctFxyByLC4uCF3wBnzHjxedhKjJWLQOoHj5Zyh47z2A/yuIoHJzQ+t/L4b3nXeKjkJkEyxaB1G6dh3y5s8HTCbRUYiEUXt4oM0nH8NzwADRUYhshkXrQCp+3YmcOXMg1daKjkLU7FxCQ9Dmww/h3q2b6ChENsWidTA1CQnIfmoWTOfOiY5C1Gw8+vdH6/f/zU3bSZFYtA7IVFSE7FlPoyYuTnQUIrsLmDEDLZ+dC5VGIzoKkV2waB2UZDQif8EClK7+VnQUIrtQubsj5F//gu+4saKjENkVi9bB6b/7DufeWADJYBAdhchmXNu0QZuPPoQuMlJ0FCK7Y9HKQM3xE8iZPRvG7GzRUYiazHPgQLRe9B40fn6ioxA1CxatTJjLy5H7wotctpFkLfDRRxD0j39ApeZ+JuQ8WLQyU/zZ5yhYvJjP25KsqH19EfL66/AZNVJ0FKJmx6KVoZr4eOS+8CIMp0+LjkJ0XZ4DByLkzTfh2qql6ChEQrBoZcpSV4eiDz9E8ecrALNZdByiv1DpdGg5dy787/8bt7cjp8ailbmahATkvfQS6k6liY5CVE8XFYXQd96BNry96ChEwrFoFUAyGFD48ScoXr6cc7cklEqrRdBTMxHw4INcgILoPBatgtScOIG8F15EXWqq6CjkhNz79EHIgjegbc9RLNGlWLQKIxmNKPrPf1G0dClgNIqOQ05A5eGBlrNnw3/q/Xxsh+gKWLQKVXvyJPJeno/axETRUUipVCr4xsYgaM4cuLZqJToNkcNi0SqYJEko37QZhf/+N4y5uaLjkIK49+2LVvPmwT2qu+goRA6PResELAYD9CtXoujT/8FSUSE6DsmYa5s2aDl3LnyiR4mOQiQbLFonYtLrUfTJf6BfvZrzt9Qoai8vtPj74/CfNg1qNzfRcYhkhUXrhAxnzqBg0WJU/PST6Cjk6DQa+N19F4JmzYJLQIDoNESyxKJ1YtVxR1HwzjuoOXZMdBRyQJ53DEaruXOhjYgQHYVI1li0hPKff0bJsuUsXAI0GvhERyPw0Ue4VyyRjbBoqV71H3+g+LPPUfnrrwD/WTgVlU4Hv0mTEPDQg3Br00Z0HCJFYdHSX9RlnEbJ55+jbONGSHV1ouOQHal9feH/t/sQMG0a52CJ7IRFS1dlKi5GyVdfofTrb2AuKxMdh2zIJTgYATOmw//uu6H29BQdh0jRWLR0XZaaGpT+sBYlK1bAmJ0tOg41ga57d/j/7W/wjRkHlaur6DhEToFFSw0mmc2o2r8fZRs2omLHDkg1NaIjUQO4BAXBJzYGfhMm8A5iIgFYtHRDzJVVqPj5Z5Rt3IDqQ4cBi0V0JLqEys0NXncOg9/EifAcOJBb1hEJxKKlJjPm56Psxx9RvnEjN6AXzL1nT/hOnACfMWOg8fERHYeIwKIlG6tNSkLZho0o27wZ5qIi0XGcgluHDvC+8074TpgAbTj3giVyNCxasgvJbEZNQgKq9u5D1d69qElM5OVlG1G5u8Ozf3943TEYnrcPhlub1qIjEdE1sGipWZjLylB14AAq9+5F1d59MOXni44kK27t28Nr8O3wHDwYHv36cWF/Ihlh0ZIQdWlp1tLdsxfVR45wYYw/UXt7w71Pb3gNHgyvwYPh1rat6EhEdINYtCScpbYWtUlJqD2RZP01KQl16emAySQ6WrNQeXhA16UL3Lt3g657d+i6d4dbu3ZQqVSioxGRDbBoySFZDAbUpaRYyzc52Vq+qamyH/mqtFpoIzvDvVt36KKi4N69G9w6dIBKrRYdjYjshEVLsiGZTKhLT0ddaiqMuXkw5uXClJcPY34+jHl5sJSXi44IANAEBsK1dWu4hobCtXXo+V9bw611a7i1bw+Vi4voiETUjFi0pBiWqipr6ebmwZifV1/CZr0elupq61tVVf3vpbo6SCYTYDb/9WBqNdTu7lB5uEPt4QG1uwfU7ud/7+EO1fnfa3x864v0Qqmqdbrm/+CJyGGxaMnpSRYLJKMRktEEmE1QabUsSyKyGRYtERGRHfEODCIiIjti0RIREdkRi5aIiMiOWLRERER2xKIlIiKyIxYtERGRHbFoiYiI7IhFS3YzY8YMqFQqqFQquLq6olWrVhgxYgQ+++wzWBqxN+2KFSvg5+dnv6BERHbEoiW7io6ORl5eHjIzM7F161YMHToUTz/9NMaNGweTk+zOQ0TOjUVLdqXVahEcHIzWrVujT58+ePHFF7FhwwZs3boVK1asAAAsXrwYUVFR8PT0RNu2bfHEE0+gsrISALBr1y48+OCDKCsrqx8dv/rqqwCAuro6zJ07F61bt4anpyf69++PXbt21Z/7zJkziImJgb+/Pzw9PdGtWzds2bKlmT8DROTsWLTU7IYNG4aePXti7dq1AAC1Wo0lS5bgxIkT+OKLL/Drr7/iueeeAwDcdttteP/99+Hj44O8vDzk5eVh7ty5AICZM2fiwIEDWL16NRISEnD33XcjOjoap06dAgA8+eSTqKurw2+//YbExES888478PLyEvNBE5HT4n5dJERkZCQSEhIAALNnz67/83bt2uGNN97A448/jk8++QRubm7w9fWFSqVCcHBw/euysrLw+eefIysrC6GhoQCAuXPnYtu2bfj888/x5ptvIisrC5MnT0ZUVBQAIDw8vPk+QCKi81i0JIQkSVCpVACAX375BW+99RZOnjyJ8vJymEwm1NbWorq6Gh4eHlf8+4mJiTCbzejUqdNlf15XV4fAwEAAwKxZs/D3v/8dP/30E4YPH47JkyejR48e9v3AiIj+hJeOSYjk5GS0b98emZmZGDduHHr06IEffvgBf/zxBz7++GMAgMFguOrfr6yshEajwR9//IH4+Pj6t+TkZHzwwQcAgEceeQQZGRmYNm0aEhMTcfPNN+PDDz9slo+PiOgCFi01u19//RWJiYmYPHky/vjjD1gsFixatAgDBgxAp06dkJube9nr3dzcYP7T5uy9e/eG2WxGQUEBOnbseNnbpZeY27Zti8cffxxr167FM888g6VLlzbLx0hEdAEvHZNd1dXVIT8/H2azGefOncO2bdvw1ltvYdy4cXjggQdw/PhxGI1GfPjhh4iJicG+ffvw3//+97JjtGvXDpWVldixYwd69uwJDw8PdOrUCffffz8eeOABLFq0CL1790ZhYSF27NiBHj16YOzYsZg9ezZGjx6NTp06Qa/XY+fOnejSpYugzwQROS2JyE6mT58uAZAASC4uLlJQUJA0fPhw6bPPPpPMZnP96xYvXiyFhIRI7u7u0qhRo6SVK1dKACS9Xl//mscff1wKDAyUAEivvPKKJEmSZDAYpPnz50vt2rWTXF1dpZCQEGnixIlSQkKCJEmSNHPmTKlDhw6SVquVgoKCpGnTpklFRUXN+SkgIpJUkiRJYqueiIhIuThHS0REZEcsWiIiIjti0RIREdkRi5aIiMiOWLRERER2xKIlIiKyIxYtERGRHbFoiYiI7IhFS0REZEcsWiIiIjti0RIREdkRi5aIiMiOWLRERER2xKIlIiKyIxYtERGRHbFoiYiI7IhFS0REZEcsWiIiIjti0RIREdkRi5aIiMiOWLRERER2xKIlIiKyIxYtERGRHbFoiYiI7IhFS0REZEcsWiIiIjti0RIREdnR/wO79lhCxx4CwwAAAABJRU5ErkJggg=="
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.array([1, 2, 3, 4])\n",
    "labels = ['Apples', 'Bananas', 'Cherries', 'Dates']\n",
    "explode = [0.4, 0, 0, 0]\n",
    "\n",
    "plt.pie(x, labels=labels, startangle=-20, explode=explode)\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 阴影\n",
    "通过设置 shadows 参数为 True 可以为饼图添加阴影效果"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 1 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.array([1, 2, 3, 4])\n",
    "labels = ['Apples', 'Bananas', 'Cherries', 'Dates']\n",
    "explode = [0.4, 0, 0, 0]\n",
    "\n",
    "plt.pie(x, labels=labels, startangle=-20, explode=explode, shadow=True)\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 颜色\n",
    "使用 colors 参数设置每个 wedge 的颜色\n",
    "如果指定 colors 参数必须是一个数组，每个 wedge 有一个值"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 1 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.array([1, 2, 3, 4])\n",
    "labels = ['Apples', 'Bananas', 'Cherries', 'Dates']\n",
    "colors = ['black', 'r', 'y', 'b']\n",
    "\n",
    "plt.pie(x, labels=labels, startangle=-20, colors=colors, shadow=True)\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 图例\n",
    "要添加每个 wedge 的说明列表，请使用 legend() 函数"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 1 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.array([1, 2, 3, 4])\n",
    "labels = ['Apples', 'Bananas', 'Cherries', 'Dates']\n",
    "colors = ['black', 'r', 'y', 'b']\n",
    "\n",
    "plt.pie(x, labels=labels, startangle=-20, colors=colors, shadow=True)\n",
    "plt.legend()\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 图例添加标题\n",
    "在图例添加标题，请将 title 参数添加到 legend 函数中"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 1 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.array([1, 2, 3, 4])\n",
    "labels = ['Apples', 'Bananas', 'Cherries', 'Dates']\n",
    "colors = ['black', 'r', 'y', 'b']\n",
    "\n",
    "plt.pie(x, labels=labels, startangle=-20, colors=colors, shadow=True)\n",
    "plt.legend(title='Four Fruits:')\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}